Authors: Espen Gaarder Haug
In this paper we look at the escape velocity for subatomic particles. We suggest a new and simple interpretation of what exactly the escape velocity represents at the quantum level. At the quantum level, the escape velocity leads to an escape probability that is likely to be more useful at the subatomic scale than the escape velocity itself. The escape velocity seems to make simple logical sense when studied in light of atomism. Haug  has already shown that atomism gives us the same mathematical end results as Einstein’s special relativity. Viewed in terms of general relativity and Newtonian mechanics, the escape velocity seems to be simple to understand. It also seems to explain phenomena at the quantum scale if one maintains an atomist’s point of view. This strengthens our hypothesis that everything consists of indivisible particles and void (empty space). From an atomistic interpretation, our main conclusion is that the standard escape velocity formula likely is the most accurate formula we can generate and it appears to hold all the way down to the Planck scale. An escape velocity of ve > c simply indicates that an indivisible particle cannot escape from a fundamental particle (for example an electron) without colliding with the indivisible particles making up the fundamental particle. To understand this paper in detail, I highly recommend reading the article The Planck Mass Finally Discovered  first.
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